US20190078973A1 - Method and Apparatus for Performing Interrelation Profile Analysis - Google Patents
Method and Apparatus for Performing Interrelation Profile Analysis Download PDFInfo
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- US20190078973A1 US20190078973A1 US16/179,224 US201816179224A US2019078973A1 US 20190078973 A1 US20190078973 A1 US 20190078973A1 US 201816179224 A US201816179224 A US 201816179224A US 2019078973 A1 US2019078973 A1 US 2019078973A1
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- G—PHYSICS
- G01—MEASURING; TESTING
- G01M—TESTING STATIC OR DYNAMIC BALANCE OF MACHINES OR STRUCTURES; TESTING OF STRUCTURES OR APPARATUS, NOT OTHERWISE PROVIDED FOR
- G01M11/00—Testing of optical apparatus; Testing structures by optical methods not otherwise provided for
- G01M11/30—Testing of optical devices, constituted by fibre optics or optical waveguides
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- G—PHYSICS
- G01—MEASURING; TESTING
- G01B—MEASURING LENGTH, THICKNESS OR SIMILAR LINEAR DIMENSIONS; MEASURING ANGLES; MEASURING AREAS; MEASURING IRREGULARITIES OF SURFACES OR CONTOURS
- G01B11/00—Measuring arrangements characterised by the use of optical techniques
- G01B11/26—Measuring arrangements characterised by the use of optical techniques for measuring angles or tapers; for testing the alignment of axes
- G01B11/27—Measuring arrangements characterised by the use of optical techniques for measuring angles or tapers; for testing the alignment of axes for testing the alignment of axes
- G01B11/272—Measuring arrangements characterised by the use of optical techniques for measuring angles or tapers; for testing the alignment of axes for testing the alignment of axes using photoelectric detection means
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- G—PHYSICS
- G02—OPTICS
- G02B—OPTICAL ELEMENTS, SYSTEMS OR APPARATUS
- G02B6/00—Light guides; Structural details of arrangements comprising light guides and other optical elements, e.g. couplings
- G02B6/02—Optical fibres with cladding with or without a coating
- G02B6/024—Optical fibres with cladding with or without a coating with polarisation maintaining properties
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- G—PHYSICS
- G02—OPTICS
- G02B—OPTICAL ELEMENTS, SYSTEMS OR APPARATUS
- G02B6/00—Light guides; Structural details of arrangements comprising light guides and other optical elements, e.g. couplings
- G02B6/24—Coupling light guides
- G02B6/255—Splicing of light guides, e.g. by fusion or bonding
- G02B6/2555—Alignment or adjustment devices for aligning prior to splicing
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- G—PHYSICS
- G06—COMPUTING; CALCULATING OR COUNTING
- G06T—IMAGE DATA PROCESSING OR GENERATION, IN GENERAL
- G06T7/00—Image analysis
- G06T7/70—Determining position or orientation of objects or cameras
- G06T7/73—Determining position or orientation of objects or cameras using feature-based methods
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- G—PHYSICS
- G06—COMPUTING; CALCULATING OR COUNTING
- G06T—IMAGE DATA PROCESSING OR GENERATION, IN GENERAL
- G06T2207/00—Indexing scheme for image analysis or image enhancement
- G06T2207/10—Image acquisition modality
- G06T2207/10004—Still image; Photographic image
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- G—PHYSICS
- G06—COMPUTING; CALCULATING OR COUNTING
- G06T—IMAGE DATA PROCESSING OR GENERATION, IN GENERAL
- G06T2207/00—Indexing scheme for image analysis or image enhancement
- G06T2207/20—Special algorithmic details
- G06T2207/20048—Transform domain processing
Definitions
- Methods and apparatuses consistent with exemplary embodiments relate to aligning a polarization-maintaining optical fiber, and more particularly, to aligning a polarization-maintaining optical fiber using a Fourier series.
- PM optical fibers are widely used for many types of photonic assemblies.
- a PM optical fiber is a type of optical fiber in which the polarization of linearly-polarized light is maintained during propagation of the light through the optical fiber.
- One type of PM optical fiber induces stress in the core by using a cladding with a non-circular cross-section or rods of another material within the cladding.
- FIG. 1( a ) shows a cross-section of a Panda fiber 10
- FIG. 1( b ) shows a cross-section of an elliptical-clad fiber 12
- FIG. 1( c ) shows a cross-section of a bow-tie fiber 14 .
- FIGS. 1( a )-1( c ) Each of the optical fibers shown in FIGS. 1( a )-1( c ) includes a stress-applying part (SAP) within the cladding.
- SAP stress-applying part
- Another type of PM optical fiber uses the non-circular geometry of the core to maintain the polarization of the light transmitted therethrough.
- FIG. 2( a ) shows a cross-section of an elliptic-core fiber 16 produced by modified chemical vapor deposition (MCVD)
- FIG. 2( b ) shows a cross-section of an elliptic-core fiber 18 produced by outside vapor deposition (OVD).
- MCVD modified chemical vapor deposition
- OTD outside vapor deposition
- PM optical fibers like other types of fibers, are aligned and spliced together to enable communication over long distances.
- Fully automatic alignment and splicing has been possible for most PM fibers by using existing methods.
- each of the currently existing methods has limitations and drawbacks.
- IPA interrelation profile alignment
- a transverse view of the fiber is used with a focus position intersecting the fiber, similar to the profile alignment system (PAS).
- PAS profile alignment system
- PAS profile alignment system
- POL polarization observation by lens effect
- features are plotted relative to fiber rotational position in a manner similar to the POL plotting of contrast versus rotation angle.
- the current IPA technique includes performing the following operations.
- IPA profiles are obtained from left and right fibers (fibers to be aligned and spliced together) by rotating the fibers 360 degrees and using image processing software to compute IPA values during the rotation.
- angle offsets of the left and right fibers are calculated using linear correlation methods.
- Two linear correlation methods are commonly employed: the direct correlation method and the indirect correlation method.
- the direct correlation method the left IPA profile is correlated directly with the right IPA profile by rotating IPA data to search for the maximum correlation angle.
- the indirect correlation method the left and right IPA profiles are respectively correlated to a stored IPA profile database.
- the left and right fibers are rotated to a desired angle offset based on the calculated angle offsets obtained from the direct or indirect correlation methods, and are spliced together.
- the fibers are rotated again and analyzed to confirm that the operation has been successful.
- the current IPA method suffers from the following weaknesses.
- the direct correlation method only works for similar left and right fibers.
- the indirect correlation method requires preloaded IPA profiles.
- a polarization extinction ratio (PER) meter is necessary to learn new IPA profiles.
- the current IPA method does not provide a way to make automatic corrections.
- One or more exemplary embodiments may overcome these and/or other problems associated with the related art techniques, by providing an apparatus and method for performing an interrelation profile analysis, which can be flexibly used with a variety of different types of PM optical fibers. Also, exemplary embodiments described herein are not required to overcome the disadvantages described above, and an exemplary embodiment may not overcome any of the problems described above.
- Apparatuses and methods according to one or more exemplary embodiments may not require preloaded IPA profiles, may not require a significant amount of time when performing coating clamping, and may not require a PER meter to learn new IPA profiles.
- One or more exemplary embodiments may enable automatic corrections to be made for asymmetrical PM structures.
- a method of analyzing a polarization-maintaining (PM) optical fiber includes illuminating a side of the PM optical fiber, physically rotating the PM optical fiber and measuring light intensity of light transmitted through the PM optical fiber to obtain an image profile, mathematically shifting the image profile at incremental rotation angles, expanding the image profile at each rotational angle into a Fourier series profile, and determining points of symmetry of the PM optical fiber based on the Fourier series profiles.
- PM polarization-maintaining
- An interrelation profile analysis (IPA) apparatus configured to analyze a polarization-maintaining (PM) optical fiber includes a light source configured to emit light towards a PM optical fiber, a fiber rotating unit configured to physically rotate the PM optical fiber, a light receiving unit configured to receive the light passing through the PM optical fiber, and an IPA profile calculating unit configured to obtain an image profile of the PM optical fiber based on light intensity of the received light, mathematically shift the image profile at incremental rotation angles, expand the image profile at each rotational angle into a Fourier series profile, and determine points of symmetry of the PM optical fiber based on the Fourier series profiles.
- IPA interrelation profile analysis
- FIG. 1( a ) shows a cross-section of a Panda fiber
- FIG. 1( b ) shows a cross-section of an elliptical-clad fiber
- FIG. 1( c ) shows a cross-section of a bow-tie fiber
- FIG. 2( a ) shows a cross-section of an elliptic-core fiber produced by modified chemical vapor deposition (MCVD);
- FIG. 2( b ) shows across-section of an elliptic-core fiber produced by outside vapor deposition (OVD);
- FIG. 3 shows an interrelation profile analysis (IPA) apparatus, according to an exemplary embodiment
- FIG. 4 shows a detailed illustration of the IPA profile calculating unit shown in FIG. 3 ;
- FIG. 5( a ) shows a relationship between a rotation angle and an IPA profile of a polarization-maintaining (PM) optical fiber
- FIGS. 5( b ), 5( c ), 5( d ), 5( e ) and 5( f ) show a PM optical fiber rotation
- FIG. 6 shows a relationship between a delta rotation angle, R, and Asum, according to an exemplary embodiment
- FIG. 7 shows test results for the Fourier analysis method, according to an embodiment.
- FIG. 8 shows additional test results of the Fourier analysis method.
- a method for aligning a polarization-maintaining (PM) optical fiber involves using a Fourier series expansion to generate IPA profiles.
- the inventors of the present application recognized that, for most PM optical fibers, the PM optical fiber will have 2 symmetric axes.
- the IPA profile for such a PM optical fiber should be symmetrical at both 90 degrees and 180 degrees.
- the IPA profile is a periodical function, and all periodic functions can be approximated by a Fourier series.
- FIG. 3 shows an interrelation profile analysis (IPA) apparatus 300 , according to an exemplary embodiment.
- the IPA apparatus 300 can be implemented as many different types, such as an FSM-100P splicer or an FSM-100P+ splicer manufactured by Fujikura. As shown in FIG.
- the IPA apparatus 300 includes a light source 302 which irradiates light 304 , a light receiving unit 306 , a fiber rotating unit 308 configured to rotate left and right PM optical fibers 330 and 340 , an IPA profile calculating unit 310 , a first link 320 connecting the light receiving unit 306 and the IPA profile calculating unit 310 , a second link 321 connecting the light source 302 and the IPA profile calculating unit 310 , and a third link connecting the fiber rotating unit 308 and the IPA profile calculating unit 310 .
- the light source 302 emits light 304 towards the left and right PM optical fibers 330 and 340 to generate an IPA profile (also referred to as an image profile) of each of the left and right PM optical fibers 330 and 340 .
- the light source 302 can be, for example, a light-emitting diode (LED), an incandescent bulb, or another type of light source known to those of skill in the art.
- the light receiving unit 306 receives the light 304 which is transmitted through the left and right PM optical fibers 330 and 340 .
- the light receiving unit 306 can be, for example, a complementary metal-oxide semiconductor (CMOS) digital camera sensor, a charge-coupled device (CCD) digital camera sensor, or any other type of light receiving unit known to those of skill in the art.
- CMOS complementary metal-oxide semiconductor
- CCD charge-coupled device
- the fiber rotating unit 308 rotates the left and right PM optical fibers 330 and 340 so that an IPA profile can be obtained over a range of rotational angles for each of the left and right PM optical fibers 330 and 340 .
- the fiber rotating unit 308 includes a base 308 a and a rotatable member 308 b connected to the base 308 a.
- the rotatable member 308 b attaches to and rotates the left and right PM optical fibers 330 and 340 .
- the rotatable member 308 b may rotate each of the left and right PM optical fibers 330 and 340 one at a time, to obtain an individual IPA profile of the rotated PM optical fiber.
- the fiber rotating unit 308 may be implemented according to any of many different designs known to those of skill in the art.
- the IPA profile calculating unit 310 calculates an IPA profile of the left and right PM optical fibers 330 and 340 .
- the IPA profile calculating unit includes a Fourier analysis unit 311 , a storage unit 312 , a transmission unit 313 , a display unit 314 , a control unit 315 , and an input unit 316 .
- the Fourier analysis unit 311 uses a Fourier series expansion to generate Fourier series IPA profiles (also referred to as Fourier series profiles). A more detailed description of the operations of the Fourier analysis unit 311 is provided below with reference to FIG. 5 .
- the storage unit 312 stores the Fourier series WA profiles generated by the Fourier analysis unit 311 .
- the storage unit 312 can be, for example, a memory unit, such as a RAM, a ROM, etc.
- the transmission unit 313 transmits the Fourier series IPA profiles to the display unit 314 .
- the transmission unit 313 may also transmit the Fourier series IPA profile to another electronic device using wired or wireless connections.
- the display unit 314 displays the Fourier series IPA profiles, or information related to the Fourier series IPA profiles, on a screen for a user.
- the display unit 314 can be, for example, an LCD screen, etc.
- the control unit 315 controls the Fourier analysis unit 311 , storage unit 312 , transmission unit 313 , display unit 314 , light source 302 , light receiving unit 306 , and/or fiber rotating unit 308 .
- the control unit 315 can be, for example, an integrated circuit (IC).
- the control unit 315 is connected to the light source 302 by the link 321 , connected to the light receiving unit 306 by the link 320 , and connected to the fiber rotating unit 308 by the link 322 .
- the input unit 316 enables a user to input commands to the control unit 315 to control the overall operations of the IPA apparatus 300 .
- the input unit 316 can be, for example, a keyboard, a graphical user interface (GUI), a mouse, a combination thereof, etc.
- GUI graphical user interface
- FIG. 5( a ) shows a relationship between a rotation angle and an IPA profile of a polarization-maintaining (PM) optical fiber
- FIGS. 5( b ), 5( c ), 5( d ), 5( e ) and 5( f ) show a PM optical fiber rotation in 90° rotation angle increments.
- the y-axis represents the IPA profile (based on light intensity) of the left PM optical fiber 330
- the x-axis represents the rotation angle of the left PM optical fiber 330 as the left PM optical fiber 330 is rotated.
- the graph of FIG. 5( a ) includes two profiles, including a Fujikura Ltd.
- FJK (“FJK”) Panda 125 ⁇ m fiber database profile, which has smooth curves, and an FJK Panda 125 ⁇ m fiber measured profile, which has rough curves.
- The. FJK Panda 125 ⁇ m fiber database profile is obtained from a stored database profile.
- the FJK Panda 125 ⁇ m fiber measured profile is obtained by measuring the actual IPA profile values of the left PM optical fiber 330 shown in FIGS. 5( b ), 5( c ), 5( d ), 5( e ) and 5( f ) .
- a PM optical fiber will have 2 symmetric axes.
- the IPA profile for such a PM optical fiber should be symmetrical at both 90 degrees and 180 degrees, as shown in FIG. 5 .
- the left PM optical fiber 330 in this example is an FM Panda 125 ⁇ m fiber.
- the left PM optical fiber 330 has two symmetrical axes, as shown in FIGS. 5( b ), 5( c ), 5( d ), 5( e ) and 5( f ) .
- the IPA profile for the left PM optical fiber 330 should be symmetrical at both 90° and 180°.
- the left PM optical fiber 330 is in a first position.
- an IPA profile having a maximum measured value is generated.
- the maximum measured value in the IPA profile represents a maximum light intensity in the area where the fiber 330 is examined.
- the left PM optical fiber 330 is rotated 90° counterclockwise, the left PM optical fiber 330 is moved to a second position shown in FIG. 5( c ) .
- an IPA profile having a minimum measured IPA profile is generated.
- the minimum measured value in the IPA profile represents a minimum light intensity in the area where the fiber 330 is examined. Then, when the left PM optical fiber 330 is again rotated 90° counterclockwise, the left PM optical fiber 330 is moved to a third position shown in FIG. 5( d ) . As shown in the graph of FIG. 5( a ) , in the third position, an IPA profile having a maximum measured WA profile is generated. Then, when the left PM optical fiber 330 is again rotated 90° counterclockwise, the left PM optical fiber 330 is moved to a fourth position shown in FIG. 5( e ) . As shown in the graph of FIG. 5( a ) , in the fourth position, an IPA profile having a minimum measured IPA profile is generated.
- the measured IPA profiles for the left PM optical fiber 330 is approximately the same in both the second position ( FIG. 5( c ) ) and the fourth position ( FIG. 5( e ) ), when the left PM optical fiber 330 is rotated 90° counterclockwise from the first position and 270° counterclockwise from the first position, respectively.
- the measured IPA profiles for the left PM optical fiber 330 is approximately the same in both the third position ( FIG. 5( d ) ) and the fifth position ( FIG.
- the measured IPA profile of the left PM optical fiber 330 has symmetry at 90° (because substantially the same measured IPA profile will be generated at another position, i.e., 270°) and also has symmetry at 180° (because substantially the same measured IPA profile will be generated at another position, i.e., 360°).
- the Fourier analysis unit 311 ( FIG. 4 ) generates a Fourier series IPA profile of PM optical fibers based on the characteristic that PM optical fibers are symmetric at both 90° and 180°.
- the Fourier analysis unit 311 expands an IPA image profile into a Fourier series (Fourier series IPA profile).
- An example of the Fourier series expansion according to an embodiment is given by equation (1):
- a symmetry search can be performed in the Fourier expansion.
- a new f ⁇ ( ⁇ ) is constructed by rotating (i.e., shifting) the measured IPA profile by a value ⁇ , to obtain f ⁇ ( ⁇ ) (also represented as IPA profile f( ⁇ + ⁇ )).
- the value ⁇ can be an incremental rotation angle.
- f ⁇ ( ⁇ ) is expanded into a Fourier series, which yields a corresponding set of Fourier coefficients a n and b n .
- this process is repeated by sweeping ⁇ from 0° to 360°, and each time this process is performed at a different ⁇ , a corresponding set of Fourier coefficients a n and b n is calculated.
- a ratio value R and a value A sum can be calculated.
- a search can then be performed to find the minimum points of R with positive A sum or negative A sum (this minimum point of R with positive A sum also being referred to as “drain”).
- the phrase “sweeping ⁇ from 0° to 360°” refers to an operation in which the fiber is mathematically rotated 360°.
- the Fourier coefficients a n and b n , the ratio R, and A sum correspondingly change in value.
- the location d min is the symmetric location which is being searched for. Equation 2 illustrates how to calculate R and A sum :
- R will be a minimum value.
- the value R since the value R will be a minimum at each 90° increment, the value R by itself is typically insufficient to distinguish whether a point of symmetry is located, for example, at 0° (e.g., FIG. 5( c ) ) or 90° (e.g., FIG. 5( d ) ).
- a sum can be used.
- a sum is negative at both 90° and 270°, and positive at 0° and 180°. Therefore, to search for the points where the fiber 330 is aligned at either 0° or 180°, the points corresponding to a minimum R and positive A sum should be determined. Alternatively, to search for the points where the fiber 330 is aligned at either 90° or 270°, the points corresponding to a minimum R and negative A sum , should be determined.
- FIG. 6 shows a relationship between a delta rotation angle, R, and A sum , according to an embodiment.
- a value R and a value A sum are calculated for both a left fiber and a right fiber, at increments of several degrees of rotation, for example, every 3°.
- the scale for R is shown on the left of FIG. 6
- the scale for A sum is shown on the right of FIG. 6 .
- the left fiber has minimum R values at four delta rotation angles, namely the delta rotation angles of approximately 80°, 170°, 260°, and 350°. Additionally, of these four delta rotation angles, two rotation angles, namely 170° and 350°, have positive A sum values.
- the right fiber has minimum R values at four delta rotation angles, namely the delta rotation angles of approximately 30°, 120°, 210°, and 300°. Additionally, of these four delta rotation angles, two rotation angles, namely 120° and 300°, have positive A sum values.
- the left and right fibers can be aligned. For example, based on the calculations in FIG. 6 , the left fiber can be rotated 170° and the right fiber can be rotated 120° to align the left and right fibers and thereby maximize polarization.
- FIG. 7 shows test results for the Fourier analysis method described above. As shown in the graphs 702 and 704 of FIG. 7 , the Fourier analysis method results in a reduced amount of angle error as compared to the direct and indirect correlation methods.
- the Fourier analysis method was compared with direct and indirect correlation methods for 136 splices with many different PM fiber types.
- the average angle offset compared to the measured angle offset is 1.58°, much lower than the direct correlation method (1.94°) and the indirect correlation method (1.93°).
- the Fourier analysis method can handle new fiber types without being required to learn new functions, or to use PER measurement equipment.
- the Fourier analysis method can issue a warning to an operator regarding a PER measurement and input of an adjustment angle.
- FIG. 8 shows additional test results of the Fourier analysis method.
- the Fourier analysis method was compared with direct and indirect correlation methods for splices with many different combinations of PM fiber types.
- the average angle error of the Fourier analysis method was 1.06°, much lower than the direct correlation method (1.84°) and the indirect correlation method (1.71°).
- the standard deviation of angle error for the Fourier analysis method was 0.092, much lower than the direct correlation method (1.72) and the indirect correlation method (1.85).
- the Fourier analysis method may achieve superior results in the alignment of PM optical fibers, as compared to the direct and indirect correlation methods.
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Abstract
Description
- This application claims the benefit of U.S. Provisional Application No. 61/513,036, filed on Jul. 29, 2011 in the U.S. patent and Trademark Office, the disclosure of which is herein incorporated by reference in its entirety.
- Methods and apparatuses consistent with exemplary embodiments relate to aligning a polarization-maintaining optical fiber, and more particularly, to aligning a polarization-maintaining optical fiber using a Fourier series.
- Polarization-maintaining (PM) optical fibers are widely used for many types of photonic assemblies. A PM optical fiber is a type of optical fiber in which the polarization of linearly-polarized light is maintained during propagation of the light through the optical fiber. One type of PM optical fiber induces stress in the core by using a cladding with a non-circular cross-section or rods of another material within the cladding. For example,
FIG. 1(a) shows a cross-section of aPanda fiber 10,FIG. 1(b) shows a cross-section of an elliptical-clad fiber 12, andFIG. 1(c) shows a cross-section of a bow-tie fiber 14. Each of the optical fibers shown inFIGS. 1(a)-1(c) includes a stress-applying part (SAP) within the cladding. Another type of PM optical fiber uses the non-circular geometry of the core to maintain the polarization of the light transmitted therethrough. For example,FIG. 2(a) shows a cross-section of an elliptic-core fiber 16 produced by modified chemical vapor deposition (MCVD), andFIG. 2(b) shows a cross-section of an elliptic-core fiber 18 produced by outside vapor deposition (OVD). - PM optical fibers, like other types of fibers, are aligned and spliced together to enable communication over long distances. Fully automatic alignment and splicing has been possible for most PM fibers by using existing methods. However, each of the currently existing methods has limitations and drawbacks. Furthermore, there has been a proliferation of new specialized PM fibers in recent years, which are used for sophisticated sensor and fiber laser applications. These new specialized PM fibers are difficult to align using any of the currently existing methods.
- One currently existing method of aligning PM optical fibers is an interrelation profile alignment (IPA) method. In this method, a transverse view of the fiber is used with a focus position intersecting the fiber, similar to the profile alignment system (PAS). At this focus position, there is a great deal of information that can be analyzed in the center region of the brightness intensity profile, as in the case of PAS (and unlike in the case of polarization observation by lens effect (POL), in which only contrast information is obtained). However, unlike PAS, in which the fiber is simply rotated until a certain image is obtained (such as an image in which two brightness features have symmetrical intensity and position), in the IPA method, features are plotted relative to fiber rotational position in a manner similar to the POL plotting of contrast versus rotation angle. More detail on the IPA method is contained in U.S. Patent Application Publication No. 2010/0209049 and the document entitled “Interrelation Profile Analysis Method for Alignment of Polarization-Maintaining Fiber” by Wenxin Zheng, Doug Duke, Toshiki Kubo, and Bryan Malinsky, the contents of which are incorporated herein by reference.
- In summary, the current IPA technique includes performing the following operations.
- First, IPA profiles are obtained from left and right fibers (fibers to be aligned and spliced together) by rotating the
fibers 360 degrees and using image processing software to compute IPA values during the rotation. - Then, angle offsets of the left and right fibers are calculated using linear correlation methods. Two linear correlation methods are commonly employed: the direct correlation method and the indirect correlation method. In the direct correlation method, the left IPA profile is correlated directly with the right IPA profile by rotating IPA data to search for the maximum correlation angle. In the indirect correlation method, the left and right IPA profiles are respectively correlated to a stored IPA profile database.
- Then, the left and right fibers are rotated to a desired angle offset based on the calculated angle offsets obtained from the direct or indirect correlation methods, and are spliced together.
- Finally, after the left and right fibers are spliced together, the fibers are rotated again and analyzed to confirm that the operation has been successful.
- However, the current IPA method suffers from the following weaknesses. First, the direct correlation method only works for similar left and right fibers. Secondly, the indirect correlation method requires preloaded IPA profiles. Third, for unknown PM optical fibers, a polarization extinction ratio (PER) meter is necessary to learn new IPA profiles. Fourth, for asymmetrical PM structures, the current IPA method does not provide a way to make automatic corrections.
- One or more exemplary embodiments may overcome these and/or other problems associated with the related art techniques, by providing an apparatus and method for performing an interrelation profile analysis, which can be flexibly used with a variety of different types of PM optical fibers. Also, exemplary embodiments described herein are not required to overcome the disadvantages described above, and an exemplary embodiment may not overcome any of the problems described above.
- Apparatuses and methods according to one or more exemplary embodiments may not require preloaded IPA profiles, may not require a significant amount of time when performing coating clamping, and may not require a PER meter to learn new IPA profiles.
- One or more exemplary embodiments may enable automatic corrections to be made for asymmetrical PM structures.
- A method of analyzing a polarization-maintaining (PM) optical fiber includes illuminating a side of the PM optical fiber, physically rotating the PM optical fiber and measuring light intensity of light transmitted through the PM optical fiber to obtain an image profile, mathematically shifting the image profile at incremental rotation angles, expanding the image profile at each rotational angle into a Fourier series profile, and determining points of symmetry of the PM optical fiber based on the Fourier series profiles.
- An interrelation profile analysis (IPA) apparatus configured to analyze a polarization-maintaining (PM) optical fiber includes a light source configured to emit light towards a PM optical fiber, a fiber rotating unit configured to physically rotate the PM optical fiber, a light receiving unit configured to receive the light passing through the PM optical fiber, and an IPA profile calculating unit configured to obtain an image profile of the PM optical fiber based on light intensity of the received light, mathematically shift the image profile at incremental rotation angles, expand the image profile at each rotational angle into a Fourier series profile, and determine points of symmetry of the PM optical fiber based on the Fourier series profiles.
- The above and/or other exemplary aspects and advantages will become more apparent by describing in detail exemplary embodiments with reference to the attached drawings in which:
-
FIG. 1(a) shows a cross-section of a Panda fiber; -
FIG. 1(b) shows a cross-section of an elliptical-clad fiber; -
FIG. 1(c) shows a cross-section of a bow-tie fiber; -
FIG. 2(a) shows a cross-section of an elliptic-core fiber produced by modified chemical vapor deposition (MCVD); -
FIG. 2(b) shows across-section of an elliptic-core fiber produced by outside vapor deposition (OVD); -
FIG. 3 shows an interrelation profile analysis (IPA) apparatus, according to an exemplary embodiment; -
FIG. 4 shows a detailed illustration of the IPA profile calculating unit shown inFIG. 3 ; -
FIG. 5(a) shows a relationship between a rotation angle and an IPA profile of a polarization-maintaining (PM) optical fiber; -
FIGS. 5(b), 5(c), 5(d), 5(e) and 5(f) show a PM optical fiber rotation; -
FIG. 6 shows a relationship between a delta rotation angle, R, and Asum, according to an exemplary embodiment; -
FIG. 7 shows test results for the Fourier analysis method, according to an embodiment; and -
FIG. 8 shows additional test results of the Fourier analysis method. - Exemplary embodiments will now be described more fully with reference to the accompanying drawings. These embodiments are provided so that this disclosure will be thorough and complete, and will fully convey the concept of the invention to those skilled in the art. However, the exemplary embodiments should not be construed as being limiting. In the drawings, like reference numerals denote like elements, and the thicknesses of layers and regions may be exaggerated for clarity and convenience.
- According to an exemplary embodiment, a method for aligning a polarization-maintaining (PM) optical fiber is provided. The method for aligning a PM optical fiber involves using a Fourier series expansion to generate IPA profiles. The inventors of the present application recognized that, for most PM optical fibers, the PM optical fiber will have 2 symmetric axes. Thus, the IPA profile for such a PM optical fiber should be symmetrical at both 90 degrees and 180 degrees. Furthermore, the IPA profile is a periodical function, and all periodic functions can be approximated by a Fourier series.
-
FIG. 3 shows an interrelation profile analysis (IPA)apparatus 300, according to an exemplary embodiment. TheIPA apparatus 300 can be implemented as many different types, such as an FSM-100P splicer or an FSM-100P+ splicer manufactured by Fujikura. As shown inFIG. 3 , theIPA apparatus 300 includes alight source 302 which irradiates light 304, alight receiving unit 306, afiber rotating unit 308 configured to rotate left and right PMoptical fibers profile calculating unit 310, afirst link 320 connecting thelight receiving unit 306 and the IPAprofile calculating unit 310, asecond link 321 connecting thelight source 302 and the IPAprofile calculating unit 310, and a third link connecting thefiber rotating unit 308 and the IPAprofile calculating unit 310. - The
light source 302 emits light 304 towards the left and right PMoptical fibers optical fibers light source 302 can be, for example, a light-emitting diode (LED), an incandescent bulb, or another type of light source known to those of skill in the art. - The
light receiving unit 306 receives the light 304 which is transmitted through the left and right PMoptical fibers light receiving unit 306 can be, for example, a complementary metal-oxide semiconductor (CMOS) digital camera sensor, a charge-coupled device (CCD) digital camera sensor, or any other type of light receiving unit known to those of skill in the art. - The
fiber rotating unit 308 rotates the left and right PMoptical fibers optical fibers fiber rotating unit 308 includes a base 308 a and arotatable member 308 b connected to the base 308 a. Therotatable member 308 b attaches to and rotates the left and right PMoptical fibers rotatable member 308 b may rotate each of the left and right PMoptical fibers fiber rotating unit 308 may be implemented according to any of many different designs known to those of skill in the art. - The IPA
profile calculating unit 310 calculates an IPA profile of the left and right PMoptical fibers FIG. 4 , the IPA profile calculating unit includes aFourier analysis unit 311, astorage unit 312, atransmission unit 313, adisplay unit 314, acontrol unit 315, and aninput unit 316. - The
Fourier analysis unit 311 uses a Fourier series expansion to generate Fourier series IPA profiles (also referred to as Fourier series profiles). A more detailed description of the operations of theFourier analysis unit 311 is provided below with reference toFIG. 5 . - The
storage unit 312 stores the Fourier series WA profiles generated by theFourier analysis unit 311. Thestorage unit 312 can be, for example, a memory unit, such as a RAM, a ROM, etc. - The
transmission unit 313 transmits the Fourier series IPA profiles to thedisplay unit 314. Thetransmission unit 313 may also transmit the Fourier series IPA profile to another electronic device using wired or wireless connections. - The
display unit 314 displays the Fourier series IPA profiles, or information related to the Fourier series IPA profiles, on a screen for a user. Thedisplay unit 314 can be, for example, an LCD screen, etc. - The
control unit 315 controls theFourier analysis unit 311,storage unit 312,transmission unit 313,display unit 314,light source 302,light receiving unit 306, and/orfiber rotating unit 308. Thecontrol unit 315 can be, for example, an integrated circuit (IC). Thecontrol unit 315 is connected to thelight source 302 by thelink 321, connected to thelight receiving unit 306 by thelink 320, and connected to thefiber rotating unit 308 by thelink 322. - The
input unit 316 enables a user to input commands to thecontrol unit 315 to control the overall operations of theIPA apparatus 300. Theinput unit 316 can be, for example, a keyboard, a graphical user interface (GUI), a mouse, a combination thereof, etc. -
FIG. 5(a) shows a relationship between a rotation angle and an IPA profile of a polarization-maintaining (PM) optical fiber, andFIGS. 5(b), 5(c), 5(d), 5(e) and 5(f) show a PM optical fiber rotation in 90° rotation angle increments. In the graph ofFIG. 5(a) , the y-axis represents the IPA profile (based on light intensity) of the left PMoptical fiber 330, and the x-axis represents the rotation angle of the left PMoptical fiber 330 as the left PMoptical fiber 330 is rotated. The graph ofFIG. 5(a) includes two profiles, including a Fujikura Ltd. (“FJK”)Panda 125 μm fiber database profile, which has smooth curves, and anFJK Panda 125 μm fiber measured profile, which has rough curves. The.FJK Panda 125 μm fiber database profile is obtained from a stored database profile. In contrast, theFJK Panda 125 μm fiber measured profile is obtained by measuring the actual IPA profile values of the left PMoptical fiber 330 shown inFIGS. 5(b), 5(c), 5(d), 5(e) and 5(f) . Generally, a PM optical fiber will have 2 symmetric axes. Thus, the IPA profile for such a PM optical fiber should be symmetrical at both 90 degrees and 180 degrees, as shown inFIG. 5 . - The left PM
optical fiber 330 in this example is anFM Panda 125 μm fiber. The left PMoptical fiber 330, as well as many other types of PM optical fibers, has two symmetrical axes, as shown inFIGS. 5(b), 5(c), 5(d), 5(e) and 5(f) . Thus, the IPA profile for the left PMoptical fiber 330, as well as many other types of PM optical fibers, should be symmetrical at both 90° and 180°. - More specifically, in
FIG. 5(b) , the left PMoptical fiber 330 is in a first position. As shown in the graph ofFIG. 5(a) , in the first position, an IPA profile having a maximum measured value is generated. The maximum measured value in the IPA profile represents a maximum light intensity in the area where thefiber 330 is examined. When the left PMoptical fiber 330 is rotated 90° counterclockwise, the left PMoptical fiber 330 is moved to a second position shown inFIG. 5(c) . As shown in the graph ofFIG. 5(a) , in the second position, an IPA profile having a minimum measured IPA profile is generated. The minimum measured value in the IPA profile represents a minimum light intensity in the area where thefiber 330 is examined. Then, when the left PMoptical fiber 330 is again rotated 90° counterclockwise, the left PMoptical fiber 330 is moved to a third position shown inFIG. 5(d) . As shown in the graph ofFIG. 5(a) , in the third position, an IPA profile having a maximum measured WA profile is generated. Then, when the left PMoptical fiber 330 is again rotated 90° counterclockwise, the left PMoptical fiber 330 is moved to a fourth position shown inFIG. 5(e) . As shown in the graph ofFIG. 5(a) , in the fourth position, an IPA profile having a minimum measured IPA profile is generated. Finally, when the left PMoptical fiber 330 is again rotated 90° counterclockwise, the left PMoptical fiber 330 is moved to a fifth position shown inFIG. 5(e) . As shown in the graph ofFIG. 5(a) , in the fifth position, an IPA profile having a maximum measured IPA profile is generated. - Due to the symmetric axes of the left PM
optical fiber 330, the measured IPA profiles for the left PMoptical fiber 330 is approximately the same in both the second position (FIG. 5(c) ) and the fourth position (FIG. 5(e) ), when the left PMoptical fiber 330 is rotated 90° counterclockwise from the first position and 270° counterclockwise from the first position, respectively. Similarly, due to the symmetric axes of the left PMoptical fiber 330, the measured IPA profiles for the left PMoptical fiber 330 is approximately the same in both the third position (FIG. 5(d) ) and the fifth position (FIG. 5(f) ), when the left PMoptical fiber 330 is rotated 180° counterclockwise from the first position and 360° counterclockwise from the first position, respectively. In other words, the measured IPA profile of the left PMoptical fiber 330 has symmetry at 90° (because substantially the same measured IPA profile will be generated at another position, i.e., 270°) and also has symmetry at 180° (because substantially the same measured IPA profile will be generated at another position, i.e., 360°). - The Fourier analysis unit 311 (
FIG. 4 ) generates a Fourier series IPA profile of PM optical fibers based on the characteristic that PM optical fibers are symmetric at both 90° and 180°. TheFourier analysis unit 311 expands an IPA image profile into a Fourier series (Fourier series IPA profile). An example of the Fourier series expansion according to an embodiment is given by equation (1): -
- The IPA profile is a periodical function f(θ) with a period T=2π (360°). All periodical functions can be approximated by a Fourier series. If f(θ) is symmetric to T/4 (90°), all coefficients bn will be 0. If f(θ) is symmetric to T/2 (180°), all odd coefficients an and bn will be 0, where n=1, 3, 5, . . .
- Since most IPA profiles are symmetric at both 90° and 180° (as explained above with respect to
FIGS. 5(a)-5(f) , then theoretically, when θ=0, 90, 180, 270, the non-zero coefficients should only be the even terms of an, where n=0, 2, 4, . . . , - Next, a symmetry search can be performed in the Fourier expansion. To perform this symmetry search, first, a new fδ(θ) is constructed by rotating (i.e., shifting) the measured IPA profile by a value δ, to obtain fδ(θ) (also represented as IPA profile f(θ+δ)). The value δ can be an incremental rotation angle. Next, fδ(θ) is expanded into a Fourier series, which yields a corresponding set of Fourier coefficients an and bn. Next, this process is repeated by sweeping δ from 0° to 360°, and each time this process is performed at a different δ, a corresponding set of Fourier coefficients an and bn is calculated. Furthermore, for each set of Fourier coefficients an and bn, a ratio value R and a value Asum can be calculated. A search can then be performed to find the minimum points of R with positive Asum or negative Asum (this minimum point of R with positive Asum also being referred to as “drain”). Thus, the phrase “sweeping δ from 0° to 360°” refers to an operation in which the fiber is mathematically rotated 360°. As the fiber is mathematically rotated, the Fourier coefficients an and bn, the ratio R, and Asum correspondingly change in value. The location dmin is the symmetric location which is being searched for.
Equation 2 illustrates how to calculate R and Asum: -
- The minimum value of R indicates a point of symmetry, e.g., 0°, 90°, 180°, and 270°, because as explained above, at these symmetry points, the only approximately non-zero coefficient is Aeven, and R=(Aodd+Bodd+Beven)/Aeven. Thus, when Aeven is the only approximately non-zero coefficient, R will be a minimum value. Also, since the value R will be a minimum at each 90° increment, the value R by itself is typically insufficient to distinguish whether a point of symmetry is located, for example, at 0° (e.g.,
FIG. 5(c) ) or 90° (e.g.,FIG. 5(d) ). To avoid 90° misalignment (angle offset), Asum can be used. Asum is negative at both 90° and 270°, and positive at 0° and 180°. Therefore, to search for the points where thefiber 330 is aligned at either 0° or 180°, the points corresponding to a minimum R and positive Asum should be determined. Alternatively, to search for the points where thefiber 330 is aligned at either 90° or 270°, the points corresponding to a minimum R and negative Asum, should be determined. -
FIG. 6 shows a relationship between a delta rotation angle, R, and Asum, according to an embodiment. As shown in thegraph 600 ofFIG. 6 , a value R and a value Asum are calculated for both a left fiber and a right fiber, at increments of several degrees of rotation, for example, every 3°. The scale for R is shown on the left ofFIG. 6 , and the scale for Asum is shown on the right ofFIG. 6 . - The left fiber has minimum R values at four delta rotation angles, namely the delta rotation angles of approximately 80°, 170°, 260°, and 350°. Additionally, of these four delta rotation angles, two rotation angles, namely 170° and 350°, have positive Asum values.
- The right fiber has minimum R values at four delta rotation angles, namely the delta rotation angles of approximately 30°, 120°, 210°, and 300°. Additionally, of these four delta rotation angles, two rotation angles, namely 120° and 300°, have positive Asum values.
- Using these calculations, the left and right fibers can be aligned. For example, based on the calculations in
FIG. 6 , the left fiber can be rotated 170° and the right fiber can be rotated 120° to align the left and right fibers and thereby maximize polarization. -
FIG. 7 shows test results for the Fourier analysis method described above. As shown in thegraphs FIG. 7 , the Fourier analysis method results in a reduced amount of angle error as compared to the direct and indirect correlation methods. - Specifically, as shown in
FIG. 7 , the Fourier analysis method was compared with direct and indirect correlation methods for 136 splices with many different PM fiber types. The average angle offset compared to the measured angle offset is 1.58°, much lower than the direct correlation method (1.94°) and the indirect correlation method (1.93°). Furthermore, since no IPA profile database is needed, the Fourier analysis method can handle new fiber types without being required to learn new functions, or to use PER measurement equipment. Moreover, for asymmetric fibers, the Fourier analysis method can issue a warning to an operator regarding a PER measurement and input of an adjustment angle. -
FIG. 8 shows additional test results of the Fourier analysis method. As shown inFIG. 8 , the Fourier analysis method was compared with direct and indirect correlation methods for splices with many different combinations of PM fiber types. The average angle error of the Fourier analysis method was 1.06°, much lower than the direct correlation method (1.84°) and the indirect correlation method (1.71°). Additionally, the standard deviation of angle error for the Fourier analysis method was 0.092, much lower than the direct correlation method (1.72) and the indirect correlation method (1.85). - Thus, according to exemplary embodiments, the Fourier analysis method may achieve superior results in the alignment of PM optical fibers, as compared to the direct and indirect correlation methods.
- While aspects of exemplary embodiments have been particularly shown and described, it will be understood by those of ordinary skill in the art that various changes in form and detail may be made therein without departing from the spirit and scope of the inventive concept as defined by the following claims and their legal equivalents.
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